AbstractComputer algebra systems are developing very fast and it is now possible to use new computational power very efficiently to analytically integrate dynamcal systems. However, the task of producing an appropriate program is time consuming and requires a considerable amount of skill and practice. Here the merits of numerical versus computer algebraic approaches are compared in the context of a specific problem
Control design of satellites based on pole placement method results in determined or underdetermined...
A new class of linear multistep methods for numerical integration of differential equations is repor...
This paper focuses on the Gauss-Jackson algorithm for numerical integration, which particularly suit...
AbstractComputer algebra systems are developing very fast and it is now possible to use new computat...
Computer algebra systems are developing very fast and it is now possible to use new computational po...
A survey of the use of a combination of symbolic and numerical calculations is presented. Symbolic c...
The research broadly concerned the symbolic computation, mixed numeric-symbolic computation, and dat...
In this paper we discuss systems developed to assist scientists and engineers to solve their problem...
Abstract. Using the elimination of the parallax followed by the Delaunay normalization, we present a...
An algorithm is presented for the symbolic integration of a class of algebraic functions. This class...
This thesis deals primarily with solving systems of autonomous ordinary nonlinear differential equa...
This thesis develops a symbolic formulation for the equations of motion of multibody dynamic systems...
The acclaimed merits of analytical solutions based on a fictitious time developed in the 1970's were...
A mathematical analysis seeking an accurate measure of the worth of numerical integration techniques...
National audienceWhen computing with finite precision, one strives to achieve accurate and/or guaran...
Control design of satellites based on pole placement method results in determined or underdetermined...
A new class of linear multistep methods for numerical integration of differential equations is repor...
This paper focuses on the Gauss-Jackson algorithm for numerical integration, which particularly suit...
AbstractComputer algebra systems are developing very fast and it is now possible to use new computat...
Computer algebra systems are developing very fast and it is now possible to use new computational po...
A survey of the use of a combination of symbolic and numerical calculations is presented. Symbolic c...
The research broadly concerned the symbolic computation, mixed numeric-symbolic computation, and dat...
In this paper we discuss systems developed to assist scientists and engineers to solve their problem...
Abstract. Using the elimination of the parallax followed by the Delaunay normalization, we present a...
An algorithm is presented for the symbolic integration of a class of algebraic functions. This class...
This thesis deals primarily with solving systems of autonomous ordinary nonlinear differential equa...
This thesis develops a symbolic formulation for the equations of motion of multibody dynamic systems...
The acclaimed merits of analytical solutions based on a fictitious time developed in the 1970's were...
A mathematical analysis seeking an accurate measure of the worth of numerical integration techniques...
National audienceWhen computing with finite precision, one strives to achieve accurate and/or guaran...
Control design of satellites based on pole placement method results in determined or underdetermined...
A new class of linear multistep methods for numerical integration of differential equations is repor...
This paper focuses on the Gauss-Jackson algorithm for numerical integration, which particularly suit...